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Proportions/577141: The figures are both regular octagons.
The smaller one has a side length of 4 and the larger one has a side length of 9.
What is the ratio of the perimeter of the smaller figure to the perimeter of the larger figure? 1 solutions
Answer 370096 by Alan3354(30983) on 2012-02-23 18:21:26 (Show Source):
You can put this solution on YOUR website!The figures are both regular octagons.
The smaller one has a side length of 4 and the larger one has a side length of 9.
What is the ratio of the perimeter of the smaller figure to the perimeter of the larger figure?
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4 to 9
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�t�e�s�t/577159: Please Solve and show work!!!!! due tomorrow
60. 3|v-3|=9
61. 2|d+4|=8
62. |4f+1|-2=5
63. |3t-2|+6=2
64. 4|2y-3|-1=11
65. 3|x+2|+4=13
66. -4|k|=12
67. |-3n|-2=4 1 solutions
Answer 370091 by Alan3354(30983) on 2012-02-23 18:17:07 (Show Source):
You can put this solution on YOUR website!Please Solve and show work!!!!! due tomorrow
60. 3|v-3|=9
Divide by 3
|v-3| = 3
Then, (v-3) = 3
v = 6
------
Or, -(v-3) = 3
v-3 = -3
v = 0
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Do the others the same way.
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61. 2|d+4|=8
62. |4f+1|-2=5
63. |3t-2|+6=2
64. 4|2y-3|-1=11
65. 3|x+2|+4=13
66. -4|k|=12
67. |-3n|-2=4
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Graphs/577148: compare the graph of each function with the graph of f(x)= x^2
1.g(x)=x^2-2
2.g(x)=2\3x^2
3.g(x)=5x^2+3
4.g(x)=-x^2+4
can u please help. Thank You 1 solutions
Answer 370086 by Alan3354(30983) on 2012-02-23 17:58:57 (Show Source):
You can put this solution on YOUR website!compare the graph of each function with the graph of f(x)= x^2
1.g(x)=x^2-2
2.g(x)=2\3x^2
3.g(x)=5x^2+3
4.g(x)=-x^2+4
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dl the FREE graph software at
http://www.padowan.dk
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Use Insert, then the function
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Trigonometry-basics/577005: To land, a plane will approach an airport at a 4 percent angle of depression. If the plane is flying at 30,000 ft, find the ground distance from the airport the the point directly below the plane when the pilot begins descending.Round to the nearest 10,000 ft. 1 solutions
Answer 370057 by Alan3354(30983) on 2012-02-23 15:49:20 (Show Source):
You can put this solution on YOUR website!To land, a plane will approach an airport at a 4 percent angle of depression. If the plane is flying at 30,000 ft, find the ground distance from the airport the the point directly below the plane when the pilot begins descending.Round to the nearest 10,000 ft.
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4% is not an angle.
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Linear-equations/577015: find an equation of the line described below. Write the equation in slope-intercept form(solve for y), when possibe through (8,6), parallel to the y-axis 1 solutions
Answer 370036 by Alan3354(30983) on 2012-02-23 14:40:16 (Show Source):
You can put this solution on YOUR website!find an equation of the line described below. Write the equation in slope-intercept form(solve for y), when possibe through (8,6), parallel to the y-axis
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Parallel to the y-axis --> x is constant
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x = 8 is the equation.
----
Slope-intercept form is not possible as the slope is undefined and there is no
y-intercept, it's parallel to the y-axis.
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Percentage-and-ratio-word-problems/577012: a tv set is marked down $72, to be placed on sale. If this is a 4% decrease from the original price, what was the selling price before the sale? 1 solutions
Answer 370035 by Alan3354(30983) on 2012-02-23 14:30:17 (Show Source):
You can put this solution on YOUR website!a tv set is marked down $72, to be placed on sale. If this is a 4% decrease from the original price, what was the selling price before the sale?
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If you mean marked down to $72:
$72 is 96% of the OP (original price) (100% - 4%)
96% = 0.96
OP*0.96 = 72
OP = 72/0.96 = $75
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If you mean the reduction of 4% is a reduction of $72:
4% = $72
1% = $18
100% = $1800
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Money_Word_Problems/576976: a company produces a pair of in-line skates for 43053. in return, it sells a pair for 89.95. if the total cost are 742.72 how many pairs should the company produce and sell in order to break even 1 solutions
Answer 370032 by Alan3354(30983) on 2012-02-23 13:26:32 (Show Source):
You can put this solution on YOUR website!a company produces a pair of in-line skates for 43053. in return, it sells a pair for 89.95. if the total cost are 742.72 how many pairs should the company produce and sell in order to break even
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a company produces a pair of in-line skates for 43053. ???
I don't get it.
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�t�e�s�t/576936: 1. find the value of cos 7pi/6 sin 3 pi/4 + sin 7pi/6 cos 3pi/4
1 solutions
Answer 370027 by Alan3354(30983) on 2012-02-23 11:39:25 (Show Source):
You can put this solution on YOUR website!1. find the value of cos 7pi/6 sin 3 pi/4 + sin 7pi/6 cos 3pi/4
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Use the sum of angles formula for sines.
sin(A+B) = sin(A)cos(B) + sin(B)cos(A)
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--> sin(3pi/4 + 7pi/6)
= sin(23pi/12)
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Volume/576930: Given that the length of the side of a square-based prism is 10 centimeters, and its volume is 1000 cubic centimeters, find its height.
1 solutions
Answer 370025 by Alan3354(30983) on 2012-02-23 11:02:36 (Show Source):
You can put this solution on YOUR website!Given that the length of the side of a square-based prism is 10 centimeters, and its volume is 1000 cubic centimeters, find its height.
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Vol = L*W*H
1000 = 10*10*h
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It's a cube.
PS Prism is where convex live.
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Numbers_Word_Problems/576892: find three consecutive odd numbers whose sum is 157 1 solutions
Answer 370020 by Alan3354(30983) on 2012-02-23 09:28:22 (Show Source):
You can put this solution on YOUR website!find three consecutive odd numbers whose sum is 157
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The sum would be a multiple of 3. 157 is not --> no solution.
49 + 51 + 53 = 153
51 + 53 + 55 = 159
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This is also true for 3 even numbers, or any 3 evenly spaced numbers.
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(n-s) + n + (n+s) = 3n for any value of s.
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test/576883: How fast would you have to travel across the Earth in order to keep the sun in the exact same position in the sky above your head? Hint: The radius of the Earth is approximately 3960 miles 1 solutions
Answer 370017 by Alan3354(30983) on 2012-02-23 09:09:29 (Show Source):
You can put this solution on YOUR website!How fast would you have to travel across the Earth in order to keep the sun in the exact same position in the sky above your head? Hint: The radius of the Earth is approximately 3960 miles
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Using 1 revolution in 24 hours:
It depends on your latitude. At the poles, you can stand still and just rotate.
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At the equator, it's 3960*2*pi/24 mi/hr = 330*pi mi/hr
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At other points, it's 330*pi*cos(latitude)
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